49 results on '"KHURANA, DINESH"'
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2. Idempotent chains and bounded generation of SL2
3. Transitivity of Perspectivity
4. Strongly π-regular elements and Drazin inverses.
5. Lifting potent elements modulo nil ideals
6. A new determinantal formula for three matrices.
7. An ensemble of idempotent lifting hypotheses
8. EXCHANGE ELEMENTS IN RINGS, AND THE EQUATION 𝑋𝐴 − 𝐵𝑋 = 𝐼
9. Perspective rings
10. A note on completeness and strongly clean rings
11. Unit-Regularity of Regular Nilpotent Elements
12. A CHARACTERISATION OF MATRIX RINGS.
13. Two-Sided Properties of Elements in Exchange Rings
14. A quantum-trace determinantal formula for matrix commutators, and applications
15. Rings of square stable range one
16. A Theorem of Frobenius and Its Applications
17. Rings over which the transpose of every invertible matrix is invertible
18. Rings of Idempotent Stable Range One
19. Matrices that are integral over the base ring.
20. The maximal and prime ideals ofR[x], R a PID
21. Conjugacy classes in alternating groups
22. On GCD and LCM in domains — A conjecture of gauss
23. A note on the converse of Lagrange’s theorem
24. Perspectivity and von Neumann regularity.
25. Rings with internal cancellation
26. Clean matrices and unit-regular matrices
27. SOME GLIMPSES INTO NONCOMMUTATIVE RING THEORY.
28. Special clean elements in rings.
29. I-Reversible rings.
30. Annihilators of polynomials.
31. Periodic elements and lifting connections.
32. Symmetries in idempotent factorizations.
33. Utility based Tool to Assess Overall Effectiveness of HRD Instruments.
34. EXCHANGE ELEMENTS IN RINGS, AND THE EQUATION XA − BX = I.
35. Exchange rings, exchange equations, and lifting properties.
36. Uniquely Clean Elements in Rings.
37. Sums of units in self-injective rings.
38. ON A QUESTION OF HARTWIG AND LUH.
39. SUMS OF UNITS IN RINGS.
40. Generalized commutators in matrix rings.
41. INVERTIBLE COMMUTATORS IN MATRIX RINGS.
42. Some Characterizations of VNL Rings.
43. Rings with Multiplicative Sets of Primitive Idempotents.
44. RIGHT SELF-INJECTIVE RINGS IN WHICH EVERY ELEMENT IS A SUM OF TWO UNITS.
45. Unit sum numbers of right self-injective rings.
46. Semiperfect rings and Nakayama permutations.
47. Nil semigroups of endomorphism rings of modules with chain conditions.
48. A CHARACTERIZATION OF UNIT REGULAR RINGS.
49. Endomorphism Rings of Harada Modules.
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